摘要
应用牛顿恒等式,得到矩阵的特征值的对称多项式与等幂和之间的关系,以此为基础给出行列式的迹表示,另由克莱姆法则导出迹的行列式表示.
The matrix eigenv-alues therefore followed. Cramer rule. relationship between symmetric polynomial and power sum polynomial of is obtained from Newton identities. The trace representation of determinant is On the other hand, the determinant representation of trace is deduced from
出处
《高等数学研究》
2013年第6期61-62,共2页
Studies in College Mathematics
关键词
牛顿恒等式
行列式
迹
Newton identities, determinant, trace